Consider the statements: S: If His a normal subgroup of G and H=2 then H is...

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Consider the statements: S: If His a normal subgroup of G and H=2 then H is contained in the centre of G. T: If N is a normal subgroup of Gand |G/N = m then x™ = N \x = G then which of the following is true ? S is true but T is not Tis true but S' is not Both are true Both are false Consider the statements: S: If His a normal subgroup of G and H=2 then H is contained in the centre of G. T: If N is a normal subgroup of Gand |G/N = m then x™ = N \x = G then which of the following is true ? S is true but T is not Tis true but S' is not Both are true Both are false

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